首页> 外文会议>International Conference on Axiomatic Design >A Statistical Solution to Mitigate Functional Requirements Coupling Generated from Process (Manufacturing) Variables Integration-Part 2: A Case Study on Clarifying the Effect of Process (Manufacturing) Variables Integration on Functional Requirements
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A Statistical Solution to Mitigate Functional Requirements Coupling Generated from Process (Manufacturing) Variables Integration-Part 2: A Case Study on Clarifying the Effect of Process (Manufacturing) Variables Integration on Functional Requirements

机译:一种统计解决方法,用于减轻过程(制造)变量集成的功能要求耦合 - 第2部分:阐明过程(制造)变量集成对功能要求的案例研究

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In this part of the work, to illustrate the strength of the "partial and semipartial correlation analysis, as the proposed solution described in detail in part 1, we consider design problem of the manufacturing system of a given product based on a set of hypothetical data and show how to explore the most appropriate integration choices in which the (causal) dependencies of the concerned PVs are minimal. Based on the results of this study, we emphasize that incorporating the identified sensitive PVs into the integration process will eventually lead to coupling among a subset of the product's FRs and isolation of these PVs is recommended as an ideal solution. However, sometimes, in the real world, for some of logical and/or technical reasons; such an ideal solution might be impossible. To deal with such a dichotomy, we use the Design of Experiments (DOE) methodology and offer the idea of controlling the values of the concerned PVs at specific levels to find the most appropriate condition (s) under which the minimal (causal) correlation between the integrated PVs may be achievable. On the basis of this idea, the worthwhile information the manufacturing system designers require to detect the safe levels at which the PVs can be integrated is achievable.
机译:在该工作的这一部分中,为了说明“部分和半关联分析的优点,作为第1部分中详细描述的所提出的解决方案,我们考虑基于一组假设数据的给定产品的制造系统的设计问题并展示如何探索最合适的积分选择,其中有关PVS的(因果)依赖性最小。基于本研究的结果,我们强调将所识别的敏感PVS结合到集成过程中最终导致耦合推荐产品FRS的子集和这些PVS的隔离作为理想的解决方案。然而,有时,在现实世界中,对于某些逻辑和/或技术原因;这样一个理想的解决方案可能是不可能的。处理这样的理想解决方案二分法,我们使用实验(DOE)方法的设计,并提供在特定水平下控制有关PVS值的想法,以找到最合适的条件(S)可以实现集成PV之间的最小(因果)相关性。在这个想法的基础上,制造系统设计人员需要检测PV可以集成的安全水平的有价值信息是可以实现的。

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